Package list-append-def: list-append-def

Information

namelist-append-def
version1.10
descriptionlist-append-def
authorJoe Hurd <joe@gilith.com>
licenseHOLLight
provenanceHOL Light theory extracted on 2011-07-20
showData.Bool

Files

Defined Constant

Theorem

(l. Data.List.@ Data.List.[] l = l)
  l h t.
    Data.List.@ (Data.List.:: h t) l = Data.List.:: h (Data.List.@ t l)

Input Type Operators

Input Constants

Assumptions

T

() = λP. P ((select) P)

() = λp. p = λx. T

() = λp q. p q p

() = λp q. (λf. f p q) = λf. f T T

() = λP. q. (x. P x q) q

NIL' CONS'.
    fn.
      fn Data.List.[] = NIL'
      a0 a1. fn (Data.List.:: a0 a1) = CONS' a0 a1 (fn a1)